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CLASSICAL AND QUANTUM GRAVITY

CLASSICAL AND QUANTUM GRAVITY

經典和量子引力

期刊周期:Semimonthly
研究方向:物理
影響因子:3.487
通訊地址:IOP PUBLISHING LTD, DIRAC HOUSE, TEMPLE BACK, BRISTOL, ENGLAND, BS1 6BE
官網:http://iopscience.iop.org/0264-9381/
投稿地址:http://mc04.manuscriptcentral.com/cqg-iop
審稿速度:較快,2-4周

  中文簡介

經典和量子引力歡迎關于引力物理學和時空理論所有分支的原創研究文章。這本雜志的讀者群很廣,包括物理學、數學和宇宙學的引力理論家和實驗主義者。所有的文章都應該引起廣大讀者的興趣,并且應該包含一個總結,把這些發現放在更廣泛的引力物理學的背景下。該期刊的詳細報道包括但不限于:經典廣義相對論:所有方面包括初值問題,數值相對論的技術和應用,精確解,拓撲和因果結構,奇點,規范和其他形式,Regge演算,twistor,動態三角剖分和其他模擬方法。精確解決方案政策。相對論的應用:包括相對論天體物理學,引力輻射,引力透鏡,黑洞和坍塌物體,以及附近的物理過程。實驗引力:包括引力波探測,引力理論測試,以及與引力明顯相關的數據分析和儀器的文章。更多詳情。宇宙學和早期宇宙:包括粒子物理學,大統一理論和相變,膨脹宇宙學,星系形成理論和大規模結構,宇宙微波背景輻射,宇宙弦和拓撲缺陷,以及宇宙拓撲。量子引力:所有方面包括規范和協變量子化,彎曲時空中的量子場論,半經典量子化,拓撲效應,規范和引力異常,量子宇宙學以及黑洞和信息損失的量子理論。超重力,超弦和超對稱:包括弦理論的結構,M理論及其衍生,共形場理論,世界表對稱性,弦真空,緊湊化和現象學應用,p-brane動力學,弦理論和M理論的非微擾方面。數學物理:與引力相關,特別是規范協變系統,弦和擴展對象,約束哈密頓系統,BRST量化,幾何量化,重整化,路徑積分,場理論的幾何和拓撲,瞬時和非線性sigma模型,以及差分與引力相關的幾何。

  英文簡介

Classical and Quantum Gravity ,welcomes original research articles on all branches of gravitational physics and the theory of spacetime. The readership of the journal is broad, comprising gravitational theorists and experimentalists in physics, mathematics and cosmology. All articles should be of interest to this broad readership and should contain a summary that places the findings in the wider context of gravitational physics.The detailed coverage of the journal includes, but is not limited to:Classical general relativity: all aspects including initial-value problems, techniques and applications of numerical relativity, exact solutions, topology and causal structure, singularities, canonical and other formalisms, Regge calculus, twistors, dynamical triangulation and other simulation methods. Exact Solutions policy.Applications of relativity: including relativistic astrophysics, gravitational radiation, gravitational lenses, black holes and collapsed objects, and physical processes in their vicinity.Experimental gravitation: including gravitational wave detection, tests of gravitational theories, and articles on data analysis and instrumentation with a clear relevance to gravitation. Further details.Cosmology and the early universe: including particle physics, grand unified theories and phase transitions, inflationary cosmology, theories of galaxy formation and large-scale structure, cosmic microwave background radiation, cosmic strings and topological defects, and cosmic topology.Quantum gravity: all aspects including canonical and covariant quantization, quantum field theory in curved spacetime, semiclassical quantization, topological effects, gauge and gravitational anomalies, quantum cosmology and the quantum theory of black holes and information loss.Supergravity, superstrings and supersymmetry: including the structure of string theory, M-theory and its ramifications, conformal field theory, worldsheet symmetries, string vacua, compactifications and phenomenological applications, p-brane dynamics, nonperturbative aspects of string theory and M-theory.Mathematical physics: relevant to gravitation, specifically gauge-covariant systems, strings and extended objects, constrained Hamiltonian systems, BRST quantization, geometric quantization, renormalization, path integrals, geometry and topology of field theories, instantons and non-linear sigma models, and differential geometry relevant to gravitation.

  近年期刊自引率趨勢圖

  JCR分區

JCR分區等級 JCR所屬學科 分區 影響因子
Q2 PHYSICS, MULTIDISCIPLINARY Q2 3.853
PHYSICS, PARTICLES & FIELDS Q2
ASTRONOMY & ASTROPHYSICS Q2
QUANTUM SCIENCE & TECHNOLOGY Q3

  近年期刊影響因子趨勢圖

  CiteScore數值

CiteScore SJR SNIP 學科類別 分區 排名 百分位
6.50 1.343 1.114 大類:Physics and Astronomy 小類:Physics and Astronomy (miscellaneous) Q1 9 / 63

86%

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